Calculation of tortuosity porous media based on Sierpinski carpet model
YUAN Pei
FU Yun-fei
HAO Ya-ping
WANG Jian-jun
LYU Yan-li
Abstract：Based on the exact self-similar fractal Sierpinski carpet model,it has been studied that the function-al relationship of average tortuosity and porosity,and the functional relationship average tortuosity and mini-mum pore characteristic length and the fractal dimension by solving the distribution function of tortuosity of the control body.The results showed the tortuosity and porosity calculation obey the rule ofΓn =32 -12 φ;the minimum pore characteristic length,the fractal dimension and Euclidean space dimension determine the com-plexity of the internal space of object;the tortuosity of porous media flow lines decreases with the increasing of the internal porosity and increases with the decreasing of the smallest pores characteristic length and pore frac-tal dimension.
Keywords：porous mediatortuosityfractalporositysmallest poresfractal dimension
Publication Date：2016-01-01
Online Publishing Date：2025-08-15(First online date of this platform, not the publication date of the document)
Pages：6( 69-74 )